PERLUASAN TEOREMA STOKES DI 4 R

Abstract

Target of study is studying elementary theorem of calculus can be extended for the object of have to dimension to two, three and four in R4 distributed by at form of Divergensi because result of dot times at this form of having extension to higher level dimension, so it is got by
Green theorem as extension form in area ( Dimension, Theorem of Stokes, and Theorem of Divergensi Gauss dimension room three) Method which is used in this method is literature study method that is studying from various source like journal and books.
Result of study and solution of Theorem of Stokes the following: object have Dimension two in that is:
With is curvature representing area boundary . While have dimension two in , and P, Q, R, S Function to object x,y,z,t have dimension three in that is:
With is curvature representing area boundary area have dimension three in and its boundary have dimension two, and P,Q, R, S, T, U Function to x, y, z, t and have dimension four in R that is :
Where with area have of dimension to four and its boundary have dimension three